MATEMÁTICAS
Imaxinamos que moitos de vós déstes un ou dous bos paseos desde onte . Preguntástesvos cantos pasos caben nun quilómetro?
Hoxe imos contar, pero de tres en tres. Tedes que empezar en un e seguir ata 478.
Ánimo que hai pistas que vos axudarán a non confundirvos!
CONTAR DE 3 EN 3 DESDE 1 HASTA 478
Imaxinamos que moitos de vós déstes un ou dous bos paseos desde onte . Preguntástesvos cantos pasos caben nun quilómetro?
Hoxe imos contar, pero de tres en tres. Tedes que empezar en un e seguir ata 478.
Ánimo que hai pistas que vos axudarán a non confundirvos!
CONTAR DE 3 EN 3 DESDE 1 HASTA 478
LINGUA GALEGA
Supoñemos que vós durmides como troncos, pero aquí tedes un arrolo por se acaso.
POEMA DE LUÍS PIMENTEL
LENGUA CASTELLANA
Repasamos los :
SINÓNIMOS Y ANTÓNIMOS
Sinónimos, contar sílabas é separación de palabras
HORA DE LER
Hay moitos sinónimos da palabra que se lle esqueceu a este neno. Recordades algunha?
UNA PALABRA OLVIDADA
![Una palabra olvidada - [PDF Document]](data:image/jpeg;base64,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)
PLÁSTICA
O aplauso de onte foi dedicado aos nenos e nenas e nós tamén vos damos a noraboa desde aquí.
Os días pasados dedicámoslle o aplauso ao persoal sanitario e tamén a outras persoas como os empregados do supermercado que están a traballar para nós.
Hoxe imos aprender a debuxar algúns destes heroes.
Está en inglés pero observade atentamente.
COMO DEBUXAR A UN PROFESIONAL DA SAÚDE

CIENCIAS NATURAIS
Recordamos
(Só é preciso saber exemplos de invertebrados)
Os animais invertebrados: clasificación
Os animais invertebrados
POEMA DE LUÍS PIMENTEL
LENGUA CASTELLANA
Repasamos los :
SINÓNIMOS Y ANTÓNIMOS
Sinónimos, contar sílabas é separación de palabras
HORA DE LER
Hay moitos sinónimos da palabra que se lle esqueceu a este neno. Recordades algunha?
UNA PALABRA OLVIDADA
PLÁSTICA
O aplauso de onte foi dedicado aos nenos e nenas e nós tamén vos damos a noraboa desde aquí.
Os días pasados dedicámoslle o aplauso ao persoal sanitario e tamén a outras persoas como os empregados do supermercado que están a traballar para nós.
Hoxe imos aprender a debuxar algúns destes heroes.
Está en inglés pero observade atentamente.
COMO DEBUXAR A UN PROFESIONAL DA SAÚDE
CIENCIAS NATURAIS
Recordamos
(Só é preciso saber exemplos de invertebrados)
Os animais invertebrados: clasificación
Os animais invertebrados
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